Question

The cylinder has a height of 9 cm and the radius of 3 cm 14 for pi do not round
First find the area of one circle base then find the volume of the cylinder

Answer 1

First, let's find the area of one circle base of the cylinder:

Area = πr^2
Area = π(3 cm)^2
Area = π(9 cm^2)
Area = 9π cm^2

Next, let's find the volume of the cylinder:

Volume = Area of base x Height
Volume = 9π cm^2 x 9 cm
Volume = 81π cm^3

Therefore, the volume of the cylinder is 81π cubic centimeters.

Answer 2

What is the area of one base in centimeters squared
What is the volume of the cylinder in centimeters cubed

Answer 3

The area of one base of the cylinder is 9π cm^2.

The volume of the cylinder is 81π cm^3.

Answer 4

Area of one circle base =__cm²

Volume cylinder =__cm³

Answer 5

Area of one circle base = 9π cm²

Volume of the cylinder = 81π cm³

Answer 6

So is the area of the circle base 28.26 cm²

Answer 7

The area of the circle base is not 28.26 cm². The correct area of one circle base of the cylinder is 9π cm². When using the exact value of pi (π = 3.14), the area of one circle base would be approximately 28.26 cm².

I apologize for any confusion caused by using the exact value of pi (π = 3.14) in the rounding example.

Answer 8

So does that mean that the total volume is approximately 254.34 centimeters cubed

Answer 9

Yes, when approximating the value of π to 3.14, the area of one circle base would be approximately 28.26 cm² and the total volume of the cylinder would be approximately 254.34 cm³. Thank you for correcting the calculations.